Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: treshunda_james_092121_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 15, 2010 |
Start Time | | 2010/06/15 00:00 |
End Time | | 2010/06/21 12:56 |
Key Words | | test |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.77 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 72.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | treshunda_james_092121_1 |
Minimum Dst Value | | -30 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE5vdiAwNiAwOToyNTowNSBFRFQgMjAyMRNjQmQAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoidHJlc2h1bmRhX2phbWVzXzA5MjEyMV8xOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgR2VvdGFpbCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMC0wNi0xNVQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTAtMDYtMjFUMTI6NTY6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC43NzkyNzE2NDksICJtYXgiOjE2LjM3Nzg3MDA3OSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfa5arQ8AAAAEZ0FNQQAAr8g3BYrpAABPvUlEQVR4nO29fXAVRb7/fyAkIYQQCBAChPBseCaR6AZFnoxABORJBCFCwPAkorCQRUJYFVhwlxWuInJ9WMK9uIuuDyku7rLceI3X7IrXbJnC7N6shVaoG+qGklukrNRWykpZ+X5+6bV/Tc9Mn5k5M+ecOfN+/ZGaM+np+fSne7rf09MPgQ4AAAAAAOAogUgbAAAAAAAQa0BgAQAAAAA4DAQWAAAAAIDDQGABAAAAADgMBBYAAAAAgMNAYAEAAAAAOAwEFgAAAACAw0BgAQAAAAA4DAQWAAAAAIDDQGABAAAAADgMBBYAAAAAgMNAYAEAAAAAOAwEFgAAAACAw0BgAQAAAAA4DAQWAAAAAIDDQGABAAAAADgMBBYAAAAAgMNAYAEAAAAAOAwEFgAAAACAw0BgAQAAAAA4DAQWAAAAAIDDQGABAAAAADgMBBYAAAAAgMNAYAEAAAAAOAwEFgAAAACAw0BgAQAAAAA4DAQWAAAAAIDDQGABAAAAADgMBBYAAAAAgMNAYAEAAAAAOAwEFnCeQMCVcuVStMBDuFEGPv7448zMzKAxu3HrGC7SMZw0AEyCZwA4T1QJLFT0sYQbuZmfn//RRx9F5NaxVzh5ihxMWux5CfgEFFzwD6K/QoyBera8vDy5k7KyMn7y5s2bq1atSkxM7NOnz/79+/n5Dz/8cPbs2XQ+JSVl/fr133zzDf9X4AfEyK2GN8JqYEUMYjx0MHnyZClkbm6upWx1o5+JPObIrW3gdpG+fv36tm3bMjMz4+PjqdTNnz//4sWL9qKyaqpRwbB3dxvEQHUBvA6KIPgHEFhu8/rrr0+fPv3/Opk5cyb9ZOfXrFlTUlLy3XfftbW1bdy48dSpU+w8NYdVVVXff/89nd+xYweJJylCySFWw6sJUWDpnszPzycL+ZkLFy7QmYgLrFBSGiKuFmlSV1lZWc899xyVN/pJBYwcToXEXmwQWABYBUUQ/H/o9jccP348IyMjLi6OnSkrK+vTpw+97q9ataq1tZWdpCp74sSJdHLYsGFcGdC1pB6ocqf35tzc3MuXL/Pz0k3V4alJKC4upsjT09OPHDnCw1+7dm3ZsmVJSUkUvrCwUOyq0U2a+ioKcOLECXb38ePH//GPf6SEjBgxghnz17/+lUdl3gO6kLrin6LoYNq0aeyYriVJxI7pQCuMCJJNZI9R0kIPr0Ub2JKW0j15/vx5Upb8DHng3LlzRoGff/55yndyDpUB7h8emM5s2bKFdQfSAQugLcYiVi+RHgGjUqobrYSi7KkjsfpoiFA85EPteY5ueTbppaAp0vWnupIJGqeRzcTu3btTU1NTUlIoQt17KTzMbaDC+dvf/pbH+b//+7+DBg0S7wKAJSCwwD/Qqp81a9bwyuWZZ55ZtGgRvQq3t7eXlJRs27aNne/Xrx/rk6DakJ+ka6n6o8DUzFMVf+eddxrdQh2eKs0lS5Z82wkd8PAkgz755BMKTMZQGGppzKTL6CoKsHLlSnrdp3+98MIL1GKJP++66y4bHtCFWg6Kkx3TAf1kx6LAooaTnxchGWepR8pqeC1uCCz6m52d/ec//5kOKC/oWBFYzHrKLynm0tJSyg4egH4qbm3vEukRMCqlRtGKKMpeUNsUjwbZRuFJlOgmgUrmzZs3jbxhVJ5NeiloiswUDMnDQeM0svmnP/0pCTI6T4+PtqgETRe34eOPP6aXJX7J1q1bSbwaORCAoEBggX+grfvYlwVGZmbm//zP/7Djv//97/SyyI7p3Zre/+hVT7qWKwaxK0UhsHTD0+sjv+nVq1d1q2wKT6+t5tOlvYoC8Cqezks/uTGWPGDGEh5zUVHRxo0b2zqhA23PU319PbU95AEzSbMR3oy1loIFbkUMefLkyeXLl9PBwoULWYefUQxi1mdkZEi3ozM8gXRAsjio2VYvkR4Bo1JqFK0RUtkLapvRTa9du8aO6UA3CVJBkrLDqDzbcKxuikwKLNHDQeM0spkqiqClXZEu0Yb8/Pw333yTDr7++mt6tEmx6acZABNAYIF/YKR++E8R/t3w8uXL1F5STZednX3hwgV1VE6dp9fc6dOnJyUlScao02V0VdCE2/CALkY9WDdv3ly5cmViYiK1ASdOnODNBoPeqkePHs2/DSlMtRfeiBAFltFJSjg1k+fOnaO/zBtmYtBq9KABbMSpDm+ylGr1cYeJsmfStqCPhkifPn20PVhBy7NJS6ymyIzZZuI0Y7OZexml6+LFi2PHjqWD4uJi9rURANtAYIF/oK6PqDlUD3Widl3bzSD9pAqRK4zW1tagrYVRDxYZc/78+fb2djqmv2opEPQqk+2oJQ/oIo3Bop/aMKdPn16zZg3/WVlZSa/RdXV1uhFqE241vAKXBBZx5MiR5ORkPjzIKHDQHiwxgMkeLEuXmCwYRtGKBC17Jm0Tw/MeLLpQNwnr16/XfuEKWp5NWhI0RTZET9A4jWw22YNlMvdzc3P3798/bNgwXlkBYA8ILPAPqM27fv06/ynVO88999zChQtZnX7lyhU+PIIOWNVG8oLemHWv5T+nTJnywgsvULVFteSqVauCShw+0IRYtGgRP0834sOeioqKTAoso6tMtqOWPKALm0VId5dmEW7dupVOklsuXLgwevRoipydP3HiBLUoDQ0NQZNmL7wabWAbWsrM3Y0C86zXHYPFx+exssGH1EjFWMTokhAFllG0IkHLnknbxPDLli1j/lm+fLluEkhPkKo4dOgQcwgVsIsXLwYtzyYdGzRFuiapK5mgcRrZzMZg0VXiGCzpXuZz/91336WT9KojnrT07ADAQKEB/+DYsWOJiYmK+pFqN3qri4uLmzx5Mp9rQwdjx46Nj4+fOHFi0E+Ely9fprdDiiErK+vkyZNBJQ5VlyUlJRQ51bziVCm60YgRI1g8pCpMCiyjq0y2o5Y8YERZWZl2HSyqyqkhJOcXFBTU19eLt5Yw+pe98AqPGUUSNDAL44jAohxn88XYGhZS4La2tm3btiV2QgqVB5CKsYjRJSEKLKNoRYKWPZO2ieHXr1/PHw3d75IdncOzyHvp6el065SUFNJk9BrA/6tbnk06NmiKdL2qrmTMPKG6Nnd0jmGnx4rPItTey3zuV1ZWsq+EIhBYwAYoNCDGUY/QAtEJ2jPzfP3116Q5Im2Fi4T5ESYZ+u6774bzjiBWQS0GYhlqe9TjokB0AoEVlNLS0tbW1ps3bxp9l4wNwvwIv/nmm+JKDQCEAmoxECMk6pGUlPTKK69EgyVhtiEoUW5kVBkTnZw4cSI9PZ1KuLgQa+wRzkeYSl1WVhZbpw2A0IHAAgAAAABwGAgsAAAAAACHgcACAAAAAHAYCCwAAAAAAIeBwAIAAAAAcBgILAAAAAAAh/GLwNKuNw0AAAAAB4l0Ux9d+MUdyHgAAADAPdDOSvjFHch4AAAAwD3Qzkr4xR3IeAAAAMA90M5K+MUdyHgAAADAPdDOSsSyOzD4DgAAAAgPaGcl/OIOZDwAAADgHmhnJfziDmQ8AOZpa2trbGy8ceNGpA0BAHgGtLMSfnEHMh4A88ycOZMemd69e0NjAQBMgnZWwi/uQMYDYB6SVmzkYmNjY6RtAQB4A7SzEn5xBzIeAPPwqSFtbW2RtgUA4A3QzkpEqTt0p/6FMisQGQ8A0dLSUl1dXVdXpw6GubcAAKugxpCIandoBZZTUQHgTwoLC5lyUmssCCwAgFVQY0hEtTsgsABwFj64qrq6WhEMAgsAYBXUGBJR7Q6twEpNTY2Pj8/Ozj548GAoUQHgT7hyamlpMRMsbIYBALwOagyJqHaHUW59+eWXhYWFpaWl2vAK3LcXgGinZ8+eZh4HPDUAAKugxpCIancocuvbb79NTk52JCoA/MOwYcMgsAAAboAaQyKq3QGBBYCzQGABAFwCNYZEVLtDyq3i4uIrV67QwbVr15YsWbJlyxbbUQHgTyCwAAAugRpDIkrdoTt8qrKycvLkyfRz0KBBpaWllpZARMYDQIwZM4Y9U+fPn1cEg8ACAFgFNYaEX9yBjAeg44dNBom4uDh2pqGhobq6urm5WQwGgQUAsApqDAm/uAMZD0CHILCIysrKGzdudO/enY5zcnLEYBBYAACroMaQ8Is7kPEAdNwqsCoqKhobG9lx7969xWAQWAAAq6DGkPCLO5DxAHTcKrDYWqOiltqzZ8/AgQPvvfdeCCwAgFVQY0j4xR3IeACIgoICSTzxn01NTQENkbUWAOAhUGNI+MUdyHjgc2praxMTE7XiCQILAOAIqDEkYtkdaCoAaGlpyc3N7dOnz/Lly3WfCPEnBBYAwDaoMST84g5kPPAJbW1ta9asycnJqampoZ/V1dVa2cSorKzsEESV1L/FBRYFq6iosLTsHADAh6CdlfCLO5DxwCecOnWKaaOkpKSOzmWujAQWmzlo9F8uwtjB+vXrI50yAEBUg3ZWwi/u8GjGv/TSS2lpaSNGjKivr4+0LcAbvPjii2L/0/Xr1xX6qbm5WS2wKioq2EFGRkakUwYAiGo82s66h1/c4dGMp1aNt3ORtgV4g9bWVlZm4uPj6eeSJUsU+ikvL08tsFpaWkS5BgAARqCWkPCLOzya8WyVbaKqqirStgDPwMrMsGHD6Dg3N1ehn1JTU8WfKSkpUoCODiw6CgAwBWoJCb+4w6MZT20k2jZgFVFgbd26Vd1HJbJnzx4ILACAPVBLSPjFHR7N+FGjRqFtA1YRBdbTTz9tXmA9+uijEFgAAHuglpDwizs8mvHTpk1D2wasYltgaemAwAIAmAO1hIRf3OHRjOc7x0XaEOAlWJnJz8/vCCawunTpYlJg9ezZM9LJAgBENWiqJPziDo9m/IIFCyCwgFVYmcnIyGhra1MLrMWLF4s/hw8fbiSwWH8YAAAYgaZKIpbdoW0qPEdxcbF3jQdOMW/ePCoD06ZNMxmel/nGxka1wJL+W1RUBIEFALAHmioJv7jDoxkPgQU6rI+CYoG7du3a3NxsSWAVFBRIAdrb2yGwAABmQFMl4Rd3eDTjd+3aBYEF7AmsqVOn1tTUqAXW2rVrxZ8TJkyQApw9exYCCwBgBjRVEn5xh0cznreOkTYERBJ7AssR+FY5EFgAADVoqiT84g6PZjwXWO3t7ZG2BUSMCAosvlUOBBYAQI1H21n38Is7PJrxXGA1NjZG2hYQbrZv306yho1wj5TA6sAgdwCAOTzazrqHX9zh0YyHwPIzvXv31sodMzgosNra2iCwAABm8Gg76x5+cYdHM54LrPr6+kjbAsKNbn+SvQstkZSUxI9J2UNgAQDM4NF21j384g6PZjwXWNXV1ZG2BYSbSAkssecsOzsbAgsAYAaPtrPu4Rd3eDTjucCqqqqKtC0g3NgTWHzlKmdhG+8AAIARHm1n3SOW3WGjcYo2uMA6e/ZspG0B4caewGpqanJDYM2cOdPt9AIAPI1H21n38Is7PJrxXGBVVFRE2hYQbuwJLL40KAQWACCceLSddQ+/uMOjGc8F1smTJyNtCwg3NgRWXV1dly5dQhFS6enpEFgAABt4tJ11D7+4w6MZv3fvXta8rVu3LtK2gHBjQ2BVV1cHlVDqLq59+/ZBYAEAbODRdtY9/OIOj2Y83yoOc7h8iA2BZWaE+5kzZxT/Ndq7EAILAKDGo+2se/jFHR7N+E2bNrHmbcyYMZG2BYQbGwJL9yqJtra2H//4xwqBlZGRoT3fvXv3lpYWt5MMAPAuHm1n3cMv7vBoxvPuhNLS0kjbAsKNSwKLBSsoKDASWM3NzbqfGrGdAABAgUfbWffwizs8mvFcYNFBZC25ceMGta/YczqcuCGwRo0axYLl5OQYCSwWYM6cOdK/WltbXUopACAG8Gg76x5+cYdHMz5KBFZDQ0NiYiKZ8eCDD0bQDL/hhsDivVB9+/bVDbBr1y6jqNxIIwAgZkAtIeEXd3g047nAysvLi6AZ/INR7969I2iG33BcYInZd9ttt+mGKS4uNorK+RQCAGII1BISfnGHRzNenNIVQTNaWlqYDfHx8RE0w2/YEFiVlZW6smnMmDE5OTmvvvpq0JCLFy82MsCVRAIAYgXUEhKx7I4YaB64wEpLS4usJcwMrBYRTmwILKNFFnQ/MeuGFJdjiIEnCAAQNlBLSPjFHR7NeN5e7tmzJ7KWMDP4EGkQBmwIrEuXLoUosCZMmGAUwMGkAQBiD9QSEn5xh0czPkoGuXf80NZOmzYtsmY4RVNTU0VFRXV1daQNUWFDYOleZVR+EhIS6F/S1jpDhw41isqhZAEAYhPUEhJ+cYdHMz7aBFbMLOedl5dHyenWrVtzc3OkbTHEnsDKysoyKbBqa2tJZc6bN08MST4xMsCpdAEAYhLUEhJ+cYdHMz7aBJY4AtrT9O7dm6UomhfPtCewVq9ebVJgMaQVR8WvwBBYAADzoJaQ8Is7PJrx0SawxDn8noaLhmheOtWewKI8siSwZs6cyYPl5OR88MEHRgaEniIAQAyDWkLCL+7waMZDYLmEJdHw+OOPkwo5fvy421ZJSPqme/fuZq4KRWC1tbWJ/zpw4AAEFgDAJKglJKLUHUZ1enl5eXInZWVlViN0zrrwEW0Ci/wfWTOcwrxoaGxsZCHDv8iqJJKGDh3a0tLyyCOP5OTk1NTUGF2lK7BmzJhhFH7MmDE8mHbUf7du3XiEDiULABCboJaQiGp3SLn1+uuvT58+/f86oddu+mk7Kq8QbQIr4mbYoLKykiQCWS5+DTQvsG7cuOFeF86lS5cqKirq6+t1/yuJpPz8fN6lRKrIKE6jXZyNwg8bNowFiIuLq62tlf6blpY2bdo0CCwAQFBQS0hEtTuk3CJ19dFHH7FjOrC0ZIBHMz5KBFZzc3M0mGEP3fHsljSTSwKLvNq9e3eFWpIU0uLFi48cOcKO+/TpYxSt+MnPksDS6jzSW+IiDvaSCQDwCaglJKLaHVJuJSUlff/99+yYDuin7ai8QpQILP6ZzIsCi+uDpUuXBjpnyX311VfhFFjktOLiYu3Xt6amJhat0cdHSSFRJO3t7ex4zpw5RrezKrDYNt7EpUuXpH/V1NSYiQEAADo82866R1S7Q8ot6ad2XzzddsXTzUOUCKz6+npmxqZNmyJohj14AeBdWZ999lnYBBbXKLq7DCliXrx4sVSAn3rqKX6JYraBrsBqbW01Cp+RkcHCVFRUKCz06BMEAAgbqCUkotodAfRgRYfAqq6uZmZ06dLFaMBQVPGb3/wmLS1t1KhRvO9NhO9dHQaBVVtbq7hc8a+uXbtKZlMZ4J1eu3btMrpjTk6ONsmK1Sief/55uldiYmJdXZ3CQo8+QQCAsIFaQiKq3RFQjsGin7aj8gpRIrAuXLjAW9ko316GMXHiRGZtjx49tGqjI7xjsIwuVw+f15pNZaCqqipoeeBjqkTOnj0bovEE3d1eJAAAP+DRdtY9otodUm6xWYTffPMNZhGGmYqKCt7KtrS0RNASk0yePFkrMnQFVtCFRvmwJwcFVmtra2Nj49SpU7X/Onny5IMPPnj48OHRo0drBdaGDRvYsWLzb12Bpfv5z5LxoUQCAPADHm1n3SNK3aFtERllZWVYByv8iAIrmpc+56xdu9akwDp9+rQ6qrNnzzolsEhUVVdX01+mgcSPgNp7zZ8/XzKbygAXT5RAo9uxMJs2bRKvlVYQtWE8ceXKFXuRAAD8gEfbWffwizs8mvFRIrCKiop4K6tdKikKyc3NVQssLm7mzp2rjurMmTNOCSxGamqqrkkdQnYHbpVfvAyMGzeOHStmGzCBxWVcKJZ3YAwWAMA0qCUk/OIOj2Z8lAisGTNm8Fb2/vvvj6AlJuETBo0EFv88l5OTo46qra2NhYyLi7NnjMISSbvU1dUpwqxZs+buu+8OWh4yMzMpQFNTEwQWACCcoJaQ8Is7PJrxUSKw+NAfomfPnhG0xCS8p8dIzezYsYMdr1ixImhsLCQJF3vGmBdYYuAhQ4YowivKQ7du3QKdX3L5+guhFH5dIwEAQAtqCQm/uMOjGR8lAkv8dJWenh5BS0yyb98+tZqx5FgWctSoUfaMCS6v9ASWOARei8JsHiFTWiFqI10jAQBAC2oJCb+4w6MZH4UCq7S0NIKWmEQ0WFfN2BBYlrZm0l6uhoUUF24Q92DWYkZgieGbm5tDNN62vgQA+ISAN9tZ94hld+i2Yd4iCgWWJ3bLcUNgDR482GguHp1fv359Tk7Ov/3bvxldroaFvHTpEj/Dtik0wqrAEvdhNE9rayuPQXclegAA4AS82c66h1/c4dGMh8CyhxsCSyFTXnrpJRYgKytLcbnaJGLjxo1mAivMZpKIjZPjgYuKiuwtrnHgwAEeiSfG3gEAIkjAm+2se/jFHR7N+CgRWHPnzg3atEcQUhWkIWbOnMlXwnRKYB0/fry4uJiFjI+Pv3HjhjZMdXV1XFwcC6M709CMYNq5c2dlZeXw4cPNBNaa3dTUxMQf2xqI9Tax9SBCEUaHDx+W/AYAAEaglpDwizs8mvHRILCk7fwUlrS3t5McIaFDuiSMBv7/WyXyz1hOCSzxqq1bt+qGEVdhHTJkiDoSNXl5eSZDimZzAw4dOiQKLL6uqT2vdnR++pwyZQq/qScW8QcARIqAN9tZ93DdHdTipqSkBDrXV1y/fr3btzPCoxkfDQJLHHmttoRLsd69e4fRwI6GhgZuHqkNMnjbtm0KddJhS2Dt2LEj6N11B8Kb1EzMGPMhefz8KtJVosByBN6BF7A7kAsA4BMC3mxn3cNddyxbtmzRokWtra0dnd9xFi5cuGrVKlfvaIRHMz4aBFbHrRJBYUlLSwsPFkbrOmpqakQLly5dqh4h3mHOsXyJUcaTTz5pFJKHWbx4seK/QVm5cqXJkKLZtbW1/LyrAoukpFPRAgBij4A321n3cNcd8fHx3333Hf9Jx4mJia7e0QiPZry3BJYY0m2T6urqqqurSbWLA7EZgwYNCipQxo8fHzQ5/MujOqSow0pKSrQBghpjg7i4OHHPInYyIyPDVYFFDnEqWgBA7BHwZjvrHu66g+SUOLOdBFZSUpKrdzTCoxkPgaULqSs2rnzu3LnihjCMhIQEPuo8KIrkiIsmKEKKY9TKy8u1AUxaYpWjR49KtyBXMJvz8/NDdfEPiAKrqqrKqWgBALFHwJvtrHu4644lS5YUFBR8++23dEx/Z8+eXVRU5OodjfBoxkNg6cL7lvr166fVUnTSvEwxPwbLKORXX32lDmPeGEtcvHhRugUJLOaZmTNnhuJeEVFg8UmaAACgJeDNdtY9XHdHSUlJcnIytYIpKSlbtmxx+3ZGeDTjIbAkJkyYkJCQMG3aNIXyGDlypLhLjJrQBdZ//ud/qsOYtMQq2lu4LbCOHTvmVLQAgNgj4M121j384g6PZnysCqzy8vLevXtPnDhRd2UpI6TB7EaQvCBZTweTJ08OGti8wNq7d69uGHFX5sgKrPz8fMcF1rx58/gd77jjDqeiBQDEHgFvtrPuEcvuUDRIXiGyAosv4Cm60RGBlZ6ezoJZGjfNB0V16dJFoTwWL17M+l12797NPiCSkjMKbF5gLVq0SDeM2Fum3Qm7ublZYWooaO2knKqqqqKDgoIC815VI+b++PHjnYoWABB7BLzZzrqHu+64evUqa0rjfiA+Pt7VOxrh0YyPrMCSptGZsUS3+dfCFhkPWJ/5z66aPn26QnmQuiKFEegclE36prGxcd++fUaBFcmRFgBbtmyZbrDBgweLwUgFiv81v7SVVbRuITF05syZQOfeOJa8qkAUWD179sRSWAAAIwLebGfdw113ZGRknDp16vvvv3f1LmbwaMZHVmDV19dr23Xd7fY4us2/Fr73jiV7+IIIu3btUiiPefPmMVnAu8cUKkfhWCn5pNJ0g0nqTeyT++yzz0aPHq0wNRREG9iZBQsWsFXdSWJacqwCqf/ynnvucSpmAECMEfBmO+se7rqD3B0N6qrDsxkf8TFYQZt2o/DqaDdv3mwmmARXPEG7hYYOHRoQusfsCSz2uS1oSDHyGTNmiNsqm99b0AaiDewM6Sq3BVaY1+gHAHiIgDfbWfdw1x2pqaniOlgRxKMZH4UCKyMjw0x4dbQ8XWyVf5McP36cXbVixQq1+CAjA8LWLvYE1sGDB82EFCMvLS0V/5WQkKC2MxTEG7EzYRBYAW8+RwCAMID6QcJddxw7dozqevGdPlJ4NONnzZrFWjWj71Nuo23XHRmDxUVJfX29eWO4N4LCtsrh4n7ZsmVGIRXJkW5nRmBJ2+lkZWWp7XzggQdMpkhLc3MzvxE7Q8/ayZMn6WDz5s3mvapGElj9+vVzKmYAQIwR8GY76x7OuyNOCQa5W6J37966LXfY0Lbrzgqs5OTk8+fPmzSmsLDQkgThF86YMcMojCI50u3MCCxpKQftKvNbt27lx2zKobaLyCTieHN2pry8nG0cpLugvD0k8xzchAcAEGMEvNnOuodf3OHRjB81ahRr2KRvT2FD266LOuPMmTPUAK9cubKlpUUKr4720Ucf5SHVo+ZFrM7I498fN23aZBRGIbCk25kRWFIYaXmIdevW0cm3336b/UxLS6OfeXl5lhLFEacr8rs/8sgjgc4FsZz6NA+BBQAwScCb7ax7uOuOuLg4V+M3j0czns9Qi54xWKIlvIeGTZ1ramriwdTRil1KJCJNGmNVYIU4BitEgdXc3Cxt48O2muGrebEZeQMHDrSUKL7ChThdkd9dypHQgcACAJgk4M121j3cdUdKSsp3333n6i1M4tGMj8JB7itWrND+l83XYyOsGepoxVHqjz32mEljbPdghSKw+KKmVgWW6A2CngU+4Oz8+fP0XzaIKjEx0VKiWlpa2LfLs2fP8nuxf9H5pKQkdiwtx2Wb/Px88e4TJkxwJFoAQOwR8GY76x7uuuO5554rLi7++9//7updzODRjI9CgUVUVlZK/2XNOV/XICEhQR2tKEp27txp0hirAsvMhUEF1rp16xYtWqQIaSSwxGVajbbZ6RCG2WlJS0vTTRRbp55vvSx2HDIWLFhg0qVBkYaRObgJDwAgxgh4s511D9c/EUZwkLtRc+sholNg8aa9a9euknns54ABA9TRKsYtmbzKDGYuDCqwnu5EEXL37t1ihGvWrOH/MnOX8vJytW3Syfr6etbp9dBDD7EYLl68KIVxcMQeBBYAwCQBb7az7uEXd3g046NKYLFVnaZMmcKHtJNcZv/ikov97NKli7iIgJaYEViNjY09evSQ4qypqZG8N2bMGBvp0hVY/MtjTk4Ou/zs2bPmE2UVCCwAgEkC3mxn3cMv7vBoxkeVwGJtrbiIJf+X9ox60zqrAqu6upqExY4dO3SFiBEhruRuRmDpbtd48eJFrfdMekNrm3SytraWbS9dWFjILv/Tn/4khdmzZ09Ql5pEElgPPvigUzEDAGIMdUXnQ/ziDo9mfGQFFl85ncGWzRQFFl9Iky8KwH5OmjRJvbqsJYFVWlrKRpqPHDlSV4gYwfvV3BNYN27cyMzMpP+KKzLwbh5+Rr0+56pVq1iwoUOH3nbbbZJtksGiYXRMftb2YM2YMUPtUvNIAsvBNeIBADFGwJvtrHv4xR0ezXh7AotaXNIWlnah0UVqtpmSEJtYbp70UaykpIQa/urq6rq6Ot2YLQksxTBwBXFxcXwm3V133WUUTLx7Q0MD2UyaiVmYk5MTMDEGi/+Xx9m9e3fJgbt27VIkkA9mp4xrbGzs06cPt625uVkyWLwj6doBAwZoE+XghzwILACASQLebGfdwy/u8GjG2xBYvD9j5cqVId5darYHDx5Mf4uKirTmcQHBfpaXl2/ZsoUdV1VVaWMWV/7kSaNISBloVyFPTk7W1UZqxMmJimD87qSr2AY7eXl5pHLEAFYFVs+ePaX7qveu4R2BrMtNzHTtJ0jxjqKdItnZ2YrbWQICCwBgkoA321n38Is7PJrxRgKrra3tTCfaL3F0kl2i3pXZDExRcUaMGEF/CwoKeIB169axf7H1J0mjsJ9du3bl3U78O53I2rVrtRJH1BAi48eP15URakSPKSQaD8bFClnOExIwFli1tbWkfsj/WoEV+GEIGv+p1iW/+93vcnJy1q9fz760ipkudmhx5/A7tra2GqUreO6aQxJYDm7CAwCIMRyseWIDv7jDoxkvCSxq+KdNm0ZtHv1l5w8fPixdQo00bw4p5Ny5c21/K+TryDPYIpbi5ye+4w1bjV23Q6WpqUkdc1CBRZLOSEYoELfHXrp0qVEwUTaJBogBtAKrqqqKjTTftm2bVmDRv9566y1xoVFLHT+6qppHRWWAiVc2M9EoXeZvp0YSWJGabAEAiH4crHliA7+4w6MZz9va+fPnd+jNWdNt8KQwtndNkXpl+vXrF7hVYPEAbC/quro6ky29dgyWKM6kwCtXrjSSEQpIWfIYFBItqMBatGiRVmBx8ZSdnc3/y4dS0SVMfnEsTb7bs2cPu2rDhg1a22pqatgByawO9wWWNAAOAgsAYISDNU9s4Bd3eDTjRSFCOknbRcRGZEtIYYxGmjPa2tooWt14JIH1zDPPBAwEFmt3ddcsCJou7bVS4M2bNxvJCAXiTLof/ehHRsGCCiyCddSJIXlGjBw5kgus5ubmhx9+mN1auoulUeds4fiAsNJVxw/7RiclJV29ejWcPVgKdwEAgIiDNU9sEMvucKnJCSeiEGFz4qRE6S43ZSnhbDdfNvBIcXdq4Ovr6wO37kYnCaxXXnmFjqdPny7evbW1tb29ffv27XQj9kGTJJ24qAEbYtWzZ09+RlKEks4jYaGnKGSOHj3KY+CjyLXs3LmT4ifDyEjRY2IYNmJM1BZPPfUU+9eGDRvE/q28vDzdu1gSWA888AC7avbs2fwk5Q5pULay17JlywKdMi4MY7CkaCGwAABGOFjzxAZ+cYdHM55ri0WLFrEzUoOn+/nPUlvLvwFptZqobFasWMG6bdh4dikAa3f5yDARkmXi+PEOg44uRaIkgSX+ZOvFSwEY4sizIUOGsJNTp06VArOZgwSfHBC4VWDNnz+ff7N79dVXWYS5ubnsjPQBkZ+XIM8EyWmB9PR0dpXu/AAiNTWVBVD0zJm/nRopWggsAIARDtY8sYFf3OHRjNeOd5YaPN0h5JbaWh6MLxaqvXtCQsJf/vIXSWBReL6+FDPv9ttv17b0b775pjgpr8NgqBZn8ODBkiUKgaUbgCGqtJSUFHaSbfKje1/xQyQF48cLFy7kcx75eqH8IyD9SxRYBw8eDPww3VKETQIwCR/LxdfxkuCb87BpB1qCbrZtnoyMDMn5TsUMAIgxAt5sZ93DL+7waMaLAqu9vV3sZWHoXmUmjDawtjlnd3/yySdZR5EksMSOKNbubt26VdvYT58+vePW4U1aC0VKSkqMnMDvJcWmK7DE5PBeOqa6dO/LN64OdHbmif/iq3Z16dKF7kV6kd+RlBabEck8QDcNdI6dkiIXu/2CwsdgaSUvY8KECQoHVlRUGCkzGzz77LOicyCwAABGBLzZzrqHX9zh0YwXBRb/UCW1ptpmWAqjvgVvO6UPUiSqBg0aFBD2vGOrivPltcSOKNbu6godNlJbMkahD7QrLVkVWEePHq2srBRjmDt3LvsXG92luDtDHNuUkJCgHQQmLl5AAjQgrKMRuHU8GcOSwJo3b56YOi0vv/xy4IdJnVrM38g8bKBeoHPWpJHsAwD4HJfqH+/iF3d4NONFgWXUb/GTn/xEuspSi9u3b18WTOr24B1UojiQIrzvvvu4eR0GAoutNSAaI34x1KLtI7EqsLSDyVpaWvi+PbW1tYq782j58axZs3TTxdm5c6dotu7GPnxtdzMMHDiQXVVfX68bgM024F8SGQsXLqS/Bw4cMH8j83CBFQhh1Q8AQGwT8GY76x5+cYdHM14UWEZbHWt7R7RyQQGf+CadJ5nCFnOaN2+eFHNHp0ji3UIBpcB6+tYdizt++I6WmZnJ+n50w4uwSXNiAClpkyZN4mfWrl2r3mda/LIprVbFGD9+vGgwGakWWNIqWfn5+brB1LkgwofkGw1yb2tr01oe+taTCkSB5eD3RwBALGGpovMDXnKH7Rarw7MZLwos/uUoaONtyVELFiwwCjZ27Fg6/+mnn0oxdwgrbXLzOowF1vnz50Vj+PrvfLCRxDPPPCOaIS0rtWPHDilpJlPKIPm1atUqCvzzn/9c9ysb28NRtN+8wNLubMNg0ydNUl5ezq7iW2hr6dWrl3QL8/HbYNSoUeG5EQDAu6B+kPCSO0LJPI9mvCiwFOttipeIW+UwSAwpujdKSkp0G07eTSJey86QRhE1UyCYwBLVGAWbNWsWO7777rt1kyPJES7IGI899lhcXBwdZGVlsQD8q5xV9+quK5GdnX3y5En+k2+GY4T4iVDSnZwtW7ZYMqypE6P/ikt2iY51D3HMmas3AgB4F9QPEl5yRyiZ59GMFwWWUTMvbeqsuyEg65XRhfeXSOfZQB9pfQHW0Eo7GQeCCSw+6IqEEQVjk/IoKr4GlUR6erp40xUrVoj/JZMuXbpEUoYPUeLLKFjybUNDAxNqambPnq0WWAy2UFl1dbU4G5HB1oZwEO1kUqtptwoEFgAgKKgfJLzkDsq81NTU+Pj47OzsgwcPWr3WJatcxYzAksZg6QqshIQE0li6LT2Plq3FwDlw4ACd7N+/vzhm3J7A4oEzMzM7hNUfdJNDbN++nd/x888/DyomiouLbbT96vVO+Te4vn37mhFYfGce1qGlsDZ0zp49G9QnziKO3Hf1RgAA74L6QcKT7vjyyy8LCwtLS0ul8+omMCKmhogNgaWYJac7/4tHK81Z44uSi0OtucCSZgLu3r2b1JvYz8ERBRbrD2N33Lt3r274wK3j3CdPnhw0K4Oua6ALGUzy0chXfL+awYMH86+oCg4dOiT508haRxg3bpx0F91Nk5zC7eQAAGIA1A8SXnXHt99+m5ycbD68RzNeFFjarhEGyRSSOySDKisrL1y4YDSwiSDtpbhFVVWVeJ4PLac4+UkmiT766CNpXFTv3r2NOoSWL1/e8UMLzXaM4aPCjSSjKLAyMzO1AaQk8DluVt2rHSrO4YumHjhwgPeQKbh+/brkTyNrHUH7IdJoyqEjuJ0cAEAMgPpBwqvu8KHA4iONJEj0cIURHx+vEAHqW0gtNDtPQko8yTZa1u1VunLliu5N2Yh1djxixIj29nYusPbu3at7iSiwHn/88aAJ4SunW3Wvwlfi3MCCggJFSAbvHQyPwOKRJyQksANRB7t3O5eSAwCIFI2NjVR9SUNE7IH6QcJL7iguLqZWnA6uXbu2ZMkSSzOzPJrxosAyGrSUn5/PP3V16dJFIQJ0b7Ft2zb234cffpiffPDBB9nJPXv2iIGZktPKuLS0NN2pbYEf9u/jP+lh5tpF+52LJ5bfkW9To0gI/9Ro1b2JiYlitKL3RIGlO9lQgq1i2hF2gXX69Omamhq316ZyOzkAgIhw48YNNsKSbbkRIqgfJLzkjsrKStZ3MmjQoNLSUktbdng0482MwSLRI+3Ia4TuLbh6EB8wPqi5V69e4tB4ccFJCSPzmA7mP5uamrh2UZhaVFTE7rh69eqgCeFrmlvdxeXHP/6xGK3oRlFgGY0V47z22mvaLDOy1hF45OHZuMbt5AAAIgKfFGVprT4jUD9I+MUdHs143lor1hMn0cNXY1ejjZ9eX/hSBffeey8/L14ljp5mAkt3fc7bbrtN96ZLlizhEdItKBVs2YWgU/PIsHfeeYcNk5J65qRUSHs5W0KMlrQgP2af3pjA0t39RkRcOz7MAis8G9e4nRwAQEQQvzyEHhvqBwm/uMOjGS+21nzjPwkSPXw1djXa+MU1Hfbt28fP85OkLcSFRtloJF09d9dddxmNAPvb3/6mPWlm7QNxAXFFQu655x523saXMjFa7cryTGANHjxYbacYoXZPbqsmmYH3O/JPk67idnIAAJHCwUcb9YOEX9zh0YwXVUhqaqpu604Cy8w6AoHOYewUodTnwWcLiiOf+CVs/UwOm08nfTJjMwr37t3LZt7xrfQ4NTU1WmPMCCwjJC81NTWxSZQ2PCxG+/DDD2uN7NB8SVTY09LSEp5NbJqbmynJ0sRP9xCT86c//Sk8NwUAhAEHayqXqjvv4hd3eDTjRRViNIC9qKiIr8ZuBulbuzjMi525cOECD7x69WoxMBNYfMwTv5D+btq0iZ1nEw/5f0misUXhJRwUWKGwePFiHu2GDRukG61YsYIFY9syBrVHd5XXGzduOGhwRBCTM3LkyEibAwBwDAfrVWcr5xjAL+7waMabUSEkeqyKFd1bcIElxiZ2a3X8ILCkMUksPB+YxdY05//ds2fPu+++q7Vhzpw5x44ds2S2rv2OwKIlNSl9DeTbHb7zzjtm7Glvbw/zEqDhQUxOz549I20OAMAZWltbHaxX3aicPY1f3OHRjI+IwBK3utMVWNJXMGk5q8cee6xDaJILCwu1q2JyMyyZrWu/I7Bop02bJnly7NixPMwjjzxixh4eA9NqU6ZMCc9EP1dx2/8AgIiwZs0aB59rVA4SseyOGGgVzCin3Nzce++9N2gwkaKiokDnugz0+iIJrEOHDokhJYG1a9cubWzSAl1spDkf2qVYWb7DrsByXLKwaOPi4iSHv/HGG2ayQzeM5DpPo0gvAMC7OLuPOyoHCb+4w6MZH8pAJQX8Gx9f9pMLgkmTJokhRZVQW1vbrVs3bWziHj7p6emS8borhTI6lAJLHHMmTc1zfG0CMb2ShWayQzcMBBYAIMoZMGCAg881KgcJv7jDoxnvksDivPrqq/yYCQJpOStRJVRUVGhjyMjIEI08deqUZLwiCe3t7a+99hod8G+IRgP5KbahQ4fyn86uTdDc3MyiJTP27dvH73Ls2DEppHYJBm6eNssgsAAAUc6ECRMcfK5ROUj4xR0ezXi3Bdbw4cP5MRME0ooPmzdv5sbU19dLK1098MADDQ0N3MgdO3ZojVckgY/+Tk5OZmd0lzANdOYdXxC1rKzMWSfzbarT0tLmzp3LjulAG1KsjAhmtqTDILAAAF5B3Jwj9NhQOUj4xR1hy/j29nbSDU7NzHdbYA0cOJAfM0Eg3XHevHncGEqU+IlQO+tQkhRq43v27Mm9RJqJnczMzLz99tu1gSkM/YsdS5tShw7lV58+fQKdK7nz0WxsLqSEZNXChQu1YSCwAABegWp4B59rVA4SfnFH2DKetdBdu3Z99dVXQ4/NbYElbW9Md2SrhnJGjx7NjZEWeQpRYIkaVPz4mJubqw1cVVX1wQcfkPZauXKluDei47z44ovsjlJvHEOyiq34JcFTLa6M73WkhEfaHACAM2zevNnB5xqVg4Rf3BG2jO/RowcrrEOGDAk9NrcFlgiTR4WFheLJuLg40R7+nS4QssASQ16/fp2f37hxozaw471WRly6dEk3LQxdj0nwCis7O9tta8OGmGpxz0oAgKcRa+nQY3MkkljCL+4IW8bzwpqWlhZ6bOEUWFu3bqU7iqOyAhqBJS4xumXLFnZy9+7d7IxtgSX2jfHeLHH+cNjW6uQD3s0IrPLycm2Y/v3766bR04ipjqVPnwD4HHEVw9Bji6VKzxH84o6wZbxWf4RCOAUWW2GB76/cvXv3rl27zpo1S7Rn//79PPyIESM6Onff451227dvN2+8qJlaW1szMjICnUt9XrlyZfz48ampqb/85S/Xrl1LJw8cOBC6J83DzLvvvvu0/8rOzhaTUFJSog0jrsLqvrFhQkw1E1iU76tXr54yZcp7770XaesAADYRp42HHlssVXqO4Bd3hC3jeWH1nMBiexTu2LEjoNmCkCMOlho+fHjHrZ1PcXFx4gAptfFh++pnFW6h9l8k/saNG8dGxAc6t9nWhlm0aJEiBo8iZhwTWLwksGIAAPAi4keJ0GOLpUrPEWLZHVKLHuabUkMbemzhFFhLlizpENZW0LWntbU1ISGBhV+7di2daWtr4/P7Arf2S6mNr6qqCt0/bsDM69q1q1GAhoYGFmbAgAHa/7JV8hlumhlW2FQjNgKPlY3KykqWxr59+0baOgCATfLz8x2sr2Kp0nMEv7gjbBl/xx13sML6yCOPhB5b+Ae5qwUWkZqaysIzgdUhfMXv0aMHKTCTxofuHJdg5qWkpBgF4OkaNWqU9r+8y/3y5ctumhlW2OIjpaWlvGxcu3aNJXPDhg2Rtg4AYBM+gtaROjmaK/aI4Bd3hC3jHVwGiVq1nJyc0JWTSUwKLJJT3bp1I/3xX//1X+okqwVWc3NziP5xg5qaGmaeYo4C/zqm6yW+11DsDQYXy8b8+fNZMgcPHhxpuwAANnF2SIMjkcQSfnFH2DLeQYElrTtlkvHjx1u9ZOTIkQHTAst8ks0Pco8e+DIN99xzjzpYdXU1KWDtv/h2OtqddryOWDZ4MevRo0ek7QIA2GT16tXsQXZkWZkABNat+MUdYct4BwVWS0sLH/DkHv379xcbThsCKy8vj0UlDfpWCKy1a9fqqpNo4Pjx42S5bf1H6aqoqDh79mzUJtA2YtngWyqNGzcu0nYBAGzCa+m9e/eGHlsAAutW/OKOsGU8/6SdmJjI/tbX19uObdu2bSHqJ2aGmjlz5tDf1NTUuro6GwKLx5OVlSWeNxJYly5dsu0QEEG0QtxqUQEARBX8Qe7Zs2foNXMAAutW/OKO8GS8uCgUJ5T1CEIZ5M7mfE2fPt38JU93YrXV5JcXFRUpjGdDpNesWWPbGyCy6AqsXr16QTED4FHEvdFCf1kKQGDdil/cEZ6M1x01xZuf1tZWCqC7lR6V7NTU1KSkpFdeeUU6r9VAJtVSXV1ddXU13dRkeOLMmTOhCCxtosTIXd1DEIQBXYFltbQAAKKE8+fPi1V0ZWVliBFqWwGf4xd3hCfj29raxA1eJNkxYcIE+jlmzBh+hvRWRUXFW2+9xTdd7t69uzi9LhSBJabdJGSPewKL1J5Fd4LowkhghV4vAwDCyalTp9LS0sR9vYjQh41qWwGf4xd3hC3jtQKIlVq+MGOgc4ks1p0zaNAgrcq56667FLG5KrDefvtttjuNGwKrrq4uFMeCiGMksCJtFwDAGtqOACKU4cIM1AYSfnFH2DJeK4B++9vf0vlx48aJJysqKpqamnRVTo8ePdra2oxiozNPPPEEHbD+MAVi2tVs3ryZHbBhW0Rubq75JGvvKBlPog3qKgZgGbpz586OW0umuLosACD64ft9iWzbti3EaLWtgM+JZXcYCQ5X0Uqi7t270/n09HTx5NmzZ40EFjFlyhSj2MS+JXERXi1GftBCek5xeVCMLsFEsxiDafquXbtWV1eLJfPTTz+NtGkAAAvwDTlEhg0bFmK0lhoOP+AXd4Qt45ctW6YrVthubhz23dBI8fCN8NQCa/jw4UYxBKwILGovpTMJCQnmk6y9o2Q8BFZswDO6oqJCLJm6m14DAKKWXr16aRuCyZMnhxitthXwOX5xRxgyvrGxUVddBTrl1OOPPy6d6dBIH3HNqpMnT3YEE1i639G1ckcRhsGXL+e88cYb5hOuvSMDAivG4BnNJ0MwQn/xBQC4Adt7ftSoUXzYCWPFihXahoAaqRBvp20FfI5f3BGGjM/IyDBSMNQgSetRNTU1SVNkqcQ/88wz4pl/+Zd/UQusc+fO6X5KJ7Zu3SqmXQHblFo6aWlUjdFV+/btY+effPLJUJ0LogCe0R23Sv/CwsJImwYA0KFnz57sIf3888/F87qTpdjwylAIQGDdil/cEYaMV4iYd999V+pt+uCDD/iewYw777yTIhk8eDA/c/jwYbXAYpSVldF5vtCDNox4ed++faUIdY23l3Bpe5nJkyez82PHjrXmShCV8IwmJY11sACIfvhD+k//9E/i+XvvvVes8OPj4x15kK22HTGPX9zhXsbX1tayfX9ZGdVF+8F74cKFN27cGDp0KD9TWlpKsR04cICf6dGjx49+9CPpQqNnQNxURwzz9ttvG1nF4P4RIdvMe+C+++4LdPZCSz1YXFPm5+dbdCqIRsTSGxGBRQWMHhC6HeYtAmCGrKws9pDOnj2bn9TOr1q6dKn4INPzxWrvxYsXW7pdAALrVvzijlAy/v333+/Xrx8VOO2WIE899RQroCkpKdrOIQU5OTl0+YIFCwKdQmrOnDl8oXOpZ0vCqDEzavDOnDkjXm60Dqp0MpTtfTjHjh0LdC79cO7cudBjAxGHF4+uXbuK5W337t3hMeDw4cPsjk888UR47ghAVEFv8sXFxTNnzjx+/LiZ8PQuxB6Z0aNHz5o1a+rUqXl5efy7IdG/f/+SkpK9e/eKDQffkqR3796WzAtAYN2KX9wRSsbz7QWpaEr/opZGIYYUkKKiy0lmBTSbHzc3Nyu0mlWB1dbWtn79+kmTJtGTNmPGjE8++USKkPtHBGtzAy1SOeTHDo6xU7cfvH9X3A4BAP9gVfqsXLlS0QyNGjWKBWOPMz3IbCy8uHCPJfOsho95/OKOUDK+W7durKixFa2kaO3BHo9+/foFOge8i3Eq1scKWBdYWqQVUHQTYtdVIJbhxaOwsFAsb3v27FFfSPX14sWLhw0bpp6mVFNTw79o00MnDul744036HL+xTw9Pd2RFAHgLW7cuMGfu5/97GeKkO+8886IESPEsblaxo8fzwKTtGJn6FU8LS3tnnvusdcWoO2Q8Is7bGd8a2urOLjqP/7jP8T/UlmUiuz999/PVlrXhXeG9erVi78lSDtANTc3KzrGQhdYDQ0N4ldI7h8Re74CsQ0vHlQdi+Vt0aJF9FP7AZ3DX7tJ3POTVOyPHTtGF7IXDHH0IePo0aMsJD0p7FWE07dvX7cTC0B0wp+C4cOHG4WhZkvbNmk5c+YMC892SNNlyJAhL7/8snnbHEhhDOEXd9jOeN42MAYMGMD/RUqF7y3DoZJK//r973+vW1g3bNhw9913s2BXrlyhg8zMTO1NZ8+eLV41depUfmwkngoLC4OG4Wh7gCUj7XgKxDp8wOyOHTu081sV3yxaWlp4sIMHD3Z0yin+svHggw/SmTvvvFOKkJ4UtoqPdvoI/7QBgN/gT0FGRoZuAHrcqFnRtj7aNX34WNvS0lJteM6gQYOkZbQUtjmVzNgglt0hlRJ7kUiz8KiuZ+dfeukl/umQ06VLl6tXr3ZoZBln79691DgFOgVWTU1NwGCGHbUf/JJevXrduHFj4MCB7Gf//v117aTmjV8iLoKli2ie5Ct7XgJ+gN4oFi1aFOhcO42vwSHy1VdfGV3LP1XQQcety5Gwp2D06NFSbLm5uWKpFtm+fXsY0w2AYyxZsiTQqXX4rCZLiKsnsiUMRZo60bY+Xbt2nTZtWnNz82effTZu3LghQ4aw82fPnmUX0rOm+6Bxgk4nZDN80YJI+MUdtjNeO6ePfdET1RVvPKZOncquotLG1h3Ny8sTr6X3fiaV6JJVq1YFOjel0e5hLn0iPH78OD+Oi4vTtZNeMngYen7UiaJnm3Ugs8mMHRBYwByTJk1S1MJHjhzRvYrKG5VzsYzxFwYFfFyIlpSUlPCmGwAHELtyqQWxtBoOQ2yP5s+fL/6LT2n/wx/+ID0v0jcNMoPiefvtt/noFPVQrUBnuyOtjcI/3FNrtWfPngEDBvCnG3D84g7bGU8v5WwHGy56qqur9+/fL7UEycnJ6enpf/nLX6TLqVCK3/uooPP9cPgHF+2aCFLh/tWvfsWPjcTTjBkzeBgq90HTRYbRiw5/ZpgcNOpzBoBBykZRC/fv33/u3LnaRarGjBkjBjt69OjDDz+srtADt05U1ELv3PQokT1B+2sBcIk///nP9FJBLYLJ8NLruu74EF34wlT3338/v5yq67Fjx9K7yu9+9zsKM3LkSHZe2ykQdNBI0IeRmDVrVs+ePXv16nXnnXcqBJnJFPkEv7jDUsaTNl+wYMHw4cNfe+01vsUNXxT0/fffFxcOnTZtmjRKXQtbipN49NFHR4wYwY4nTpwY6OzBqq2t1VrLYSOiHnroIRJwK1asMLqX2LXw7LPPmk8sg+kte73WwD+oBRZDam+0s2IHDRp01113BY3HPHw4PACu8sknn9BbRHx8PL1Rb9++neuMhoYG9YXUppAS0uoSk1Uu/+on7lfLoTaFwrAGhWCje0UcEVgmMedIv+AXd5jP+HPnztHDoy03BQUF7GD9+vX8OSHdYyZO/oW7sLBQer1Yt26dNvy8efN4ABJwZm6xa9cuFHHgNmwMlpo//OEPPDy1H3ypQxHxi3boiFNPAHAPce8Nkby8vC+//FJx4fjx441KL70bB31F/9d//Vf1I/Dxxx/zVokrLY5uKyPCvuB369aNLDl06JCFZ0+DZZ/GNH5xR9CMX7BggWKvm4AwIoR3QQU0KywYUVxczMLT86ntv21ubpbCU7RJSUk8gJmNQS5evMjDS3sCAuAU4vxTI3r16vXCCy88++yz8+fP104EUZCVlfXJJ58MHz7c/CUMenKXLVtGjwwdzJw50+SMJ+AgpKqPHTv23//93ytXrqRMj4uLu+OOO2JsR6NPP/1UXQ6NelJJe2mfEfEnFd3f//73ioVOpA05tEgTzyXoyVInrba2lhqmuro69pN/bRTXfNdCkm7gwIEnTpxgkxZXr14dgMC6FY+5o7y8PLmTsrIySxcGOpew+vDDD6UuWRI3JEfMvE9/8cUXbBgWbzN69Ohh8u788ZgwYQIVZSlmXT0k7kJoRjCJuk1auRQABwn6pBgh9svqwur3zz//XB3s0Ucfzc/PDwiryknQ6zimGYYT8rZRZlGjG2nrHIO/JxtBgoNryq+++orUCTUZ06dP518/GBMnTqTGSHcYU1paGomVe++9l81G57D1SjiW3luIGTNmWEopyeUpU6ZQ3tF7S0CYxRX44aHr06eP7gj9AATWrXjJHa+//joV1v/rhN5T6af5a8XSRoV+3LhxU6dO1a5iJSJ2aD3zzDPaua933323ybvTK/WWLVtIXbHRiOKMKrJBtxuMHlQm++ivmRdBMm/YsGHdu3enWsC8WwCwivgILFq0iMmmOXPmqKt4euh+/etfSyf5g0A1+Ntvv83il6YcSlD9LtbsiiV533vvPR4seoYYkg2XL1/euHHj0qVL2eBLcsvmzZvfeuutSJtmE6q+1HPQ3NuK9OjRo5MmTXrggQfUn+dCoaGhQdr6gpVbpjwCt4qPgDAvW7vra0Azql09EjElJeXatWsUrKqqSvvfsrIyaoBmzZqliIGxc+dO26/c1HJVV1f/4he/YFGRZFSHD0Bg3YqX3EHq6qOPPmLHdGBycBIjaCnkkOIh5c7GkXzwwQfHjh3729/+xiKRanPzk0ck6B2dfwdJTk62FwkAEYEVXar9Dx06JL4bfPLJJ0aLL1C9TCGplheXOuzduze9ppPgqKmpkd7X6bmT2i169KgRJZEkvTfrNmMiFA//zEGRsLcmOjl27Nj8/PyRI0cuXLjw9OnT4gpedIvPPvvsqaee+tGPfjRixAh6Qrt160avLvSXLqfYSORRo5uXl0dhCgoKxo8fT1XT888/f/jwYTqmf1FgSl1GRgZ7hevSiZnKh4L16tWLfHvbbbc9++yzakV4/fr11157je5LUpJCfvHFFyRSL1265F4HNjW3L7744po1a6jNZq+75tOVlJSUnp5Or7U//elPyXKKjQx+6aWXqBStW7fuiSeeoIT88pe/fPzxx0kzkZN5zJRrt99++5kzZ8Qvvx9++KGZ+Rbkf77Uky5UqKj4kf4mH1KiSPhu27btwIEDpHcLCwuNFkOnJHR0vtNSE/DXv/6VioHoByrM4oY2IloZ/fOf/1ydBN1XCL5YDykwdW/WxIkTHcl68s+RI0ek51RLAALrVrzkDnpEv//+e3ZMB/TT/LXqQswIOhJQfF2gJ8rkACxd6JEuKiqiWv7999+3HQkA4Uda4EOClMrSpUtJdlBD9atf/Yoae2qEtKMMg1JeXi4+m8uXL9cNRo0uvcqzMNQ8i3uogTBDVeLixYu5htCuGx4bkEzUDvI7d+5c0AtJdus2GZs2bSKRZFKqMhYsWMAvr6ur4+dJjSUkJNBbR3Z2Nj0y4e+yDUBg3YqX3CFlHl9UXQyg4JVXXuFj9zi8WNO/ghpA5ZV/VXzggQecTBsAQIDasMOHDz/99NNvvvlmRUWF+abi17/+taW2CjjFk08+KWbE9evX1WMwvMj+/fuNCp7uiEDWeUl+mDhxIvvep+DixYvHjh2jVxRpnUUGiSeScfS6ol0Sgs9t/MlPfmLyMXGJAATWrXjJHSH2YPHjL774YseOHS+//DJ7n/isE5PdUVTRnz171vbHQQCA29BDeuTIkczMTHEYpbhXj+PtrgL+fZBa2fnz5+/cuZN9jnzrrbdGjx7drVs31utApnpUjpDlY8aM4UPoRKhSXb16dffu3e3FnNCJIgA59qGHHnrppZemTJmSlZXVp0+ffv36lZSU0H2pkldfa55hw4Z9+OGHQUtdVVWV9nPev//7v9srw/SCwVeipmRu27ZN3UI1Njba6Cd2nAAE1q14yR3SGCz6af5aZDwAwIg//vGPv/jFL/75n//5xIkT9Oql2FQxbFATS63m1atX33vvPWq86ZjO0M+amppr165dunTp8uXLuhdeuHCBZNypU6d+85vflJeXi8uSGQVmA4/OnDlz7ty51tZWOvnkk08+//zz4pgbZk+kJgqQYNq/f/+WLVsef/zxffv20U+TF5LEee211ygh169ff/HFFymGrVu30t/HHnvsZz/7WTRkdCyBdlbCS+5gwyq/+eYbe7MI3TMMAAAA8DloZyU85o6ysjLb62C5ZBIAAAAA0M5K+MUdyHgAAADAPdDOSvjFHch4AAAAwD3Qzkr4xR3IeAAAAMA90M5K+MUdyHgAAADAPdDOSvjFHY4siAIAAAAAIyLd1EcXPnKHU3mPeBBPlESFePwZj4NRIR5/xuNgVBBVCnzkmmgrT4jHn/E4GBXi8Wc8DkaFePwZj4NRQWAp8JFroq08IR5/xuNgVIjHn/E4GBXi8Wc8DkYFgaXAR66JtvKEePwZj4NRIR5/xuNgVIjHn/E4GBUElgIfuQblQA38owb+CQpcpAb+CQpcpAb+8RY+yi0UTTXwjxr4JyhwkRr4JyhwkRr4x1v4KLdQNNXAP2rgn6DARWrgn6DARWrgH2/ho9xC0VQD/6iBf4ICF6mBf4ICF6mBf7yFj3ILRVMN/KMG/gkKXKQG/gkKXKQG/vEWyC0AAAAAAIeBwAIAAAAAcBgILAAAAAAAh4HAAgAAAABwGAgsAAAAAACHgcACAAAAAHAYCCwAAAAAAIeJsMD68MMPZ8+enZiYmJKSsn79+m+++Yb/q7y8PLmTsrIy8ZLAD0hRGYU3Gay+vr6goCApKSkzM/P06dNGl+vePXArQVNtntjwj/nLrRIb/pHKT2pqatCEmyc2XHT16tX58+cndUIHX3/9ddCEmyQ2/HPz5s1Vq1ZRKvr06bN///6gqbaEt1xkw9oQiRn/uNGE+ZwIu5Lqyqqqqu+//76trW3Hjh2U8ez866+/Pn369P/rZObMmfRTulAqBEHDq4M1NDSMGDHiwoULZAkVuG3btqnN1jaQ5pNsidjwj9XLzRMb/hE5duyYs7V/bLho8uTJhw4dau/k4MGDubm55j2gJjb8s2bNmpKSku+++45SsXHjxlOnTpn3QFC85SLb1tomNvxjZBUIhShyJWV5fHw8O6YC9NFHH7FjOpg2bZoUWCoEQcOrgxUXF1vqVgmbwBLxrn+sXm4P7/pHTAJVkdevXzcflSW866K4uDjxJ71/m4/KPN71DzmE2kt2TAfaVtMpPOQiq9Y6gnf9Y2QVCIUociVJb14vJCUlUd6zYzqgn1JgqRAEDa8OlpqaevLkyYyMDKqnli9ffvPmTbWpWoFFMVBJzc7Optdr9bW28a5/rF5uD+/6h3Pq1KktW7aorw0F77po2bJl9GR938n+/fvpp/pye3jXP6LA+u6774zuHjoecpFVax3Bu/4xsgqEQrS4sr6+fvz48VevXmU/pTwOqrKDhlcHo/NiB/uqVavU1hoVwS+//LKwsLC0tFR9uQ087R+rl9vA0/7hkEBvaGhQX2sbT7vo2rVrw4YNYwNE6MCNTj5P+6eoqIiuauuEDozuHiLecpFVa0PH0/4xih+EQlS48uOPPx49evTly5f5Gae0vzRqzygYHYjvf/wDhNGgP0UR/Pbbb5OTk4Mm2RJe94/R5U7hdf8w3n33XZc6Zjq876KCgoKDBw/yMViOfwLzun9u3ry5cuVKuiojI+PEiRPOzpNgeMtFNqwNEa/7x8gqEAqRd2VlZWVWVlZdXZ14UvrMTD+lq6RCEDS8OtjMmTMtdbCHU2DFgH+sXm6JGPAPIzc397PPPlNfaI8YcJH0Nu9s90MM+Efk9OnTa9asUV9uFW+5yJ61oRAD/jGyCoRChF1JL1uZmZnazyJsosQ333xjaf6FIrw6GFVJvIO9pKQkaPUk3b24uPjKlSsdnR8ylixZ4uAwmtjwj9XLzRMb/unonDvt0qjb2HARqc/9+/fzMVgOziKMDf9s3bqV4iTnXLhwYfTo0aw6cgpvuci2tbaJDf8YWQVCIcKuDGjg/yorK1OvIGIyvIRRsIMHD/bp0ycxMXHlypWK4YG6d6cXgsmTJ9PPQYMGlZaW8teI0IkN/5i/3Cox4x+qMS9evGg+4eaJDReRYmCL9xB04KCAiA3/UOPKRjcXFBTU19db8kBQvOUiG9aGSMz4x+g8sA2cCAAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAw/w9bdU5RCNyfdgAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |